Sentence examples for globally accurate from inspiring English sources

PAV+ assistance is globally accurate compared to PawTh even if underassistance is often observed, especially at the start of inspiration.

Although these methods are accurate they need a lot of computational effort depending on the index of DAE system, for example index-2 systems, BDF is convergent and globally accurate to O ( h k ) but these require tight Newton solutions accurate to O ( h k + 1 ) [3].

However, short reads are noisy and fundamentally lack the information necessary to build globally accurate transcripts.

Linking RH maps to the goat sequences showed that the assemblies of scaffolds/super-scaffolds were globally accurate.

However, the advantage of the model resides in providing globally more accurate parameters at any location within the environment without need of huge measurement campaigns to cover the whole building.

For time discretization we use a special class of the so-called globally stiffly accurate IMEX schemes and approximate the stiff linear operator implicitly and the non-stiff nonlinear operator explicitly.

The schemes are globally stiffly accurate and asymptotically consistent, and as the Knudsen number becomes small or goes to zero, they recover first the compressible Navier Stokes (CNS) and then the Euler limit.

The new ingredients for the proposed methods to achieve high order accuracy are the following: we introduce discontinuous Galerkin (DG) discretization of arbitrary order of accuracy with nodal Lagrangian basis functions in space; we employ a high order globally stiffly accurate implicit explicit (IMEX) Runge Kutta (RK) scheme as time discretization.

The generic scale is globally less accurate than the disease-specific scales leading to a higher number of extreme persons.

The method is globally (2−γ th-order accurate in time and at least fifth-order accurate in space for the constant coefficient TFADEs subject to periodic boundary conditions, where γ is the order of time-fractional derivative in the governing equation.

Attention is paid to formulating difference schemes that are globally second-order accurate in x and t.